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1
to
20
of
20
for query "
V.K.Shchigolev
". (0.00 sec.)
1.
Cosmological Models with Nonlinearity of Scalar Field Induced by Yang-Mills Field
V.K.Shchigolev
;
M.V.Shchigolev
;
24 Nov 2000
/ Grav.Cosmol. 7 (2001) 219-222
2.
New exact solutions in standard inflationary models
S.V.Chervon
;
V.M.Zhuravlev
;
V.K.Shchigolev
;
11 Jun 1997
/ Phys.Lett. B398 (1997) 269-273
3.
On a conjecture of V. V. Shchigolev
C. Bekh-Ochir
;
S. A. Rankin
;
9 Nov 2009
4.
A new class of inhomogeneous cosmological models with Yang-Mills fields
V.K. Shchigolev
;
V.M. Zhuravlev
;
S.V. Chervon
;
13 Jun 1997
/ Pisma Zh.Eksp.Teor.Fiz. 64 (1996) 65-70; JETP Lett. 64 (1996) 71-76
5.
Fractional-order derivatives in cosmological models of accelerated expansion
V. K. Shchigolev
;
26 Apr 2021
6.
Testing Fractional Action Cosmology
V. K. Shchigolev
;
13 Dec 2015
7.
Homotopy Perturbation Method for Solving a Spatially Flat FRW Cosmological Model
V.K. Shchigolev
;
22 Sep 2013
8.
Cosmological Sigma Model with Non-Minimal Coupling to the Target Space
V.K. Shchigolev
;
1 Aug 2013
9.
Cosmology with an Effective $Lambda$-Term in Lyra Manifold
V.K. Shchigolev
;
7 Jul 2013
10.
Fractional Einstein-Hilbert Action Cosmology
V.K. Shchigolev
;
30 Jan 2013
11.
Cosmological Model of Interacting Tachyon Field
V. K. Shchigolev
;
M. P. Rotova
;
22 Mar 2012
12.
Scalar Field Cosmology in Lyra's Geometry
V. K. Shchigolev
;
E. A. Semenova
;
5 Mar 2012
13.
Cosmological Model of Interacting Phantom and Yang-Mills Fields
V.K. Shchigolev
;
9 Sep 2011
14.
Non-Minimal Cosmological Model in Modified Yang--Mills Theory
V.K. Shchigolev
;
G.N. Orekhova
;
29 May 2011
15.
Modelling Tachyon Cosmology with Non-Minimal Derivative Coupling to Gravity
V.K. Shchigolev
;
M.P. Rotova
;
23 May 2011
16.
Modelling Cosmic Acceleration in Modified Yang - Mills Theory
V.K. Shchigolev
;
12 Feb 2011
17.
Cosmological Models with Fractional Derivatives and Fractional Action Functional
V.K. Shchigolev
;
15 Nov 2010
18.
Nested fibre bundles in Bott-Samelson varieties
Vladimir Shchigolev
;
31 May 2020
19.
On a problem of A. V. Grishin
C. Bekh-Ochir
;
S. A. Rankin
;
11 Sep 2009
20.
Examples of associative algebras for which the T-space of central polynomials is not finitely based
C. Bekh-Ochir
;
S. A. Rankin
;
7 May 2009
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